Methods and systems for processing and mixing signals using signal decomposition

ABSTRACT

A method for mixing, processing and enhancing signals using signal decomposition is presented. A method for improving sorting of decomposed signal parts using cross-component similarity is also provided.

RELATED APPLICATION

This application is related to application Ser. No. 14/011,981, entitled “METHODS AND SYSTEMS FOR IMPROVED SIGNAL DECOMPOSITION,” filed Aug. 28, 2013, the contents of which are hereby incorporated by reference in their entirety.

TECHNICAL FIELD

Various embodiments of the present disclosure relate to using signal decomposition methods for mixing or processing signals. Aspects of the invention relate to all fields of signal processing including but not limited to speech, audio and image processing, radar processing, biomedical signal processing, medical imaging, communications, multimedia processing, forensics, machine learning, data mining, etc.

BACKGROUND

When capturing sound for live concerts, studio recording sessions or other applications, multiple microphones can be typically used. Some of these microphones are dedicated at capturing sound coming from an individual sound source, namely the close microphones. Their name originates from the fact that they are set close to the desired source. In real-life applications, the close microphones cannot perfectly isolate the desired sound source and capture other simultaneous sounds too. This phenomenon is called microphone leakage, microphone bleed or microphone spill and it is a well-known problem to the sound engineers since the early days of sound capturing. In typical sound engineer setups, there can also be microphones aiming to capture sound coming from a plurality of sources; these are sometimes called ambient or room microphones.

Although microphones are initially set according to a specific acoustic setup, the acoustic conditions during sound capturing may change. For example microphones and/or sound sources sometimes move around the acoustic scene. In other cases, microphones and/or sources are accidentally displaced. In all above cases the original number of microphones and the initial microphone setup might not be sufficient from the sound engineering point of view. Therefore, there is a need for exploring the output of as many microphones as possible.

The characteristics of the captured sound mainly depend on the acoustic path between the microphone and each source, the microphone specifications (e.g. frequency response, microphone directivity, etc), the sound source properties, the room acoustic characteristics (when not in open spaces), etc. Therefore, each sound signal captured by each microphone (either close or ambient) is unique and from the signal processing point of view it has distinctive spectral and temporal properties. While processing and mixing sounds, a sound engineer takes advantage of these distinctive characteristics of each captured signal. The diversity of captured signals often allows for a successful final result. Therefore, careful microphone selection and placement as well as the decision on the number of microphones of each setup are very important in sound engineering.

The cost of professional microphones, the available space, the cabling infrastructure, the need to avoid acoustic feedback and other practical limitations reduce the number of microphones that can be practically used in real-world setups. On the other hand, the more microphones are set for sound capturing, the more options for the engineer when mixing or processing sound. Therefore there is a need for methods and systems that provide new ways of using every available microphone in a concert or studio setup.

Multiple microphones are also used in speech applications, typically in order to improve the performance of speech enhancement algorithms. These microphones are sometimes assembled in devices like mobile phones, tablets, laptop or desktop computers, wearables, smart TVs and other smart appliances, etc. Multiple microphones can be also found pre-installed into specific environments (e.g. smart homes, conference centers, meeting rooms, outdoors, etc) or become available via distributed microphone networks. In such cases, there is a need for methods and systems that provide new ways of taking into account every available microphone when enhancing speech, improving automatic speech recognition performance, etc.

Signal decomposition methods are a set of techniques that decompose a signal into its “intrinsic” parts and they are often used for the extraction of desired signals from a mixture of sound sources (i.e. source separation). In some cases signal decomposition can be performed with methods such as: non-negative matrix factorization, non-negative tensor factorization, independent component analysis, principal component analysis, singular value decomposition, dependent component analysis, low-complexity coding and decoding, stationary subspace analysis, common spatial pattern, empirical mode decomposition, tensor decomposition, canonical polyadic decomposition, higher-order singular value decomposition, or tucker decomposition. Although there are single-channel signal decomposition methods, multi-channel approaches (where separation is performed in each or some of the available channels) can be beneficial. Such techniques can be applied in multichannel recordings resulting from multi-microphone setups of concerts and studio sessions, where high-quality sound processing is needed. In addition, there is a need to develop methods that fully take into account multichannel information when identifying the desired parts of decomposed signals. Overall, there is a need for improved multichannel signal decomposition methods and systems.

SUMMARY

Aspects of the invention relate to a method of using signal decomposition outputs for mixing/processing/enhancing sound sources.

Aspects of the invention also relate to a method of sorting decomposed signals using available multichannel information.

Aspects of the invention also relate to a method of improving sorting of decomposed signals using the envelopes of said signals.

BRIEF DESCRIPTION OF THE DRAWINGS

For a more complete understanding of the invention, reference is made to the following description and accompanying drawings, in which:

FIG. 1 illustrates an exemplary schematic representation of a method for capturing/processing/mixing sound;

FIG. 2 illustrates an exemplary schematic representation of a method for multichannel signal decomposition;

FIG. 3 illustrates an exemplary schematic representation of a method that explores signal decomposition for enhancing/mixing/processing signals;

FIG. 4 illustrates an exemplary schematic representation of a mixing/processing method implemented by a standalone application and a Digital Audio Workstation;

FIG. 5 illustrates an exemplary schematic representation of a mixing/processing method implemented in a console/mixer;

FIG. 6 illustrates an exemplary schematic representation of a method for advanced routing of audio signals;

FIG. 7 illustrates an exemplary schematic representation of a method for processing selected parts of input signals;

FIG. 8 illustrates an exemplary schematic representation of a method of sorting signals by exploring cross-component similarity measures; and

FIG. 9 illustrates an exemplary schematic representation of a method of sorting signals when multichannel information is available.

DETAILED DESCRIPTION

Hereinafter, embodiments of the present invention will be described in detail in accordance with the references to the accompanying drawings. It is understood that other embodiments may be utilized and structural changes may be made without departing from the scope of the present application.

The exemplary systems and methods of this invention will sometimes be described in relation to audio systems. However, to avoid unnecessarily obscuring the present invention, the following description omits well-known structures and devices that may be shown in block diagram form or otherwise summarized.

For purposes of explanation, numerous details are set forth in order to provide a thorough understanding of the present invention. It should be appreciated however that the present invention may be practiced in a variety of ways beyond the specific details set forth herein. The terms determine, calculate and compute, and variations thereof, as used herein are used interchangeably and include any type of methodology, process, mathematical operation or technique.

FIG. 1 illustrates an exemplary case where any number of microphones 104, 105, . . . , 106 can be used to capture any number of sound sources 101, 102, . . . , 103. The number of microphones (N) can be lower, equal or higher to the number of sound sources (M). Note that microphone signals are signal mixtures, since microphones capture all simultaneous sound sources. A number of Analog to Digital Converters (ADCs) 107, 108, . . . , 109 can be used to convert the analog domain signals to the digital domain. The discrete signals can be then used for recording and/or mixing and/or processing 110. In some embodiments, the microphone signals can be also processed/altered in the analog domain before being fed into the ADCs.

In an exemplary sound engineering scenario, M sound sources are denoted with ŝ₁(t), ŝ₂(t), . . . , ŝ_(M)(t), where t is the continuous time index. These may refer to any sound source such as musical instruments, singers or other performers, noise sources, etc. The sound sources are captured by N microphones producing the corresponding analog domain microphone signals s₁(t), s₂(t), . . . , s_(N)(t). These processed or unprocessed signals can be transformed in the digital domain using an arbitrary number of ADCs, producing the corresponding discrete domain signals: s₁(k), s₂(k), . . . , s_(N)(k), where k represents the discrete time index. The ADCs can be placed in any device, including but not limited to the microphones, the mixing desk, external hardware etc. After obtaining the discrete signals, the sound engineer can proceed with the task at hand, for example processing and/or mixing.

In FIG. 2, an exemplary illustration of a decomposition of multiple input signals is presented. The term input signal, may refer to any digital signal or signal mixture and here it can also refer to a microphone signal in the discrete domain. A signal mixture can be defined as the sum of one ore more signals. A number of N input signals 201, 202, . . . , 203 is decomposed via any signal decomposition method 204. In a particular embodiment each input signal can be decomposed separately. In other embodiments, a group of the input signals or all the signals can be combined and decomposed simultaneously. Signal decomposition can be used as a tool to perform other signal processing tasks including but not limited to source separation, signal restoration, signal enhancement, noise removal and any form of signal mixing including but not limited to un-mixing, up-mixing, re-mixing, etc. After decomposition, each input signal is analyzed into a number of “intrinsic parts” or components 205, 206, . . . , 207 and 208, 209, . . . , 210 and 211, 212, . . . , 213. As explained in the related application Ser. No. 14/011,981, a component can be any part of the original input signal. The aforementioned components of each input signal are then selected and combined 214, 215, 216 and a number of output signals is produced 217, 218, . . . , 219, and 220, 221, . . . , 222 and 223, 224, . . . , 225.

In an exemplary embodiment, we consider a signal mixture captured from a microphone (see for example microphone 104 of FIG. 1). This signal captured from microphone 104 can be given by the equation: s ₁(t)=Ψ₁(ŝ ₁(t))+Ψ₂(ŝ ₂(t))+ . . . +Ψ_(M)(ŝ _(M)(t))  (1) where the operators Ψ_(1, 2, . . . , M) denote any transformations altered in any way the original sound of the sound sources, while propagating between each source and microphone 104. In particular embodiments, the sources and the microphones are located in a closed space and the operators Ψ_(1, 2, . . . , M) can denote convolutions with the corresponding room impulse responses. In other embodiments, the microphones and the sources can be in an open space and the operators Ψ_(1, 2, . . . , M) denote filtering operations mainly representing the gain reduction due to source-receiver distance and the major reflections from nearby surfaces. The operators Ψ_(1, 2, . . . , M) can also denote the effect of sound source directivity, microphone directivity and frequency response, etc.

In prior art, it is typically considered that the ideal output of a close microphone is the isolated signal coming from the sound source that one desires to capture. Under this assumption, microphone 104 would ideally capture only the sound of source 101 (FIG. 1), i.e.: s ₁(t)=Ψ₁(ŝ ₁(t))≈ŝ ₁(t)  (2) Due to obvious physical limitations, capturing an isolated source is not practically possible. However, in the related application Ser. No. 14/011,981 decomposition methods for isolating the desired sound source via signal processing were presented.

In an embodiment of the present application a method for further exploring microphone signals using signal decomposition is presented. The method is valid for any type of microphone including but not limited to close microphones, ambient microphones, room microphones, etc. The method takes advantage of the fact that each microphone captures not only the source of interest, but also any other sound source that is active at the same time. For example, Equation 1 shows that the sound captured from microphone 1 contains not only a filtered version of the source of interest 101, but also filtered versions of all other M−1 sources 102, . . . , 103 in the form of microphone leakage. Therefore using signal decomposition, multiple signal outputs can be created from each input signal. By doing this, one can obtain multiple versions of each input signal from the sound captured by each microphone.

In FIG. 2, let's assume that s₁(k), s₂(k), . . . , s_(N)(k) are microphone signals that capture N input sources denoted with ŝ₁(k), ŝ₂(k), . . . , ŝ_(N)(k) and Ψ_(1, 1 . . . N) are the operators denoting any transformation due to the source-microphone acoustic paths. Each microphone signal can produce many output signals, each one related to one of the input sources. For example, the following outputs can be produced from microphone signal 1:

$\begin{matrix} {{y_{1,1}(k)} \approx {\Psi_{1,1}\left( {{\hat{s}}_{1}(k)} \right)}} & (3) \\ {{{y_{1,2}(k)} \approx {\Psi_{1,2}\left( {{\hat{s}}_{2}(k)} \right)}}\mspace{104mu}\vdots} & (4) \\ {{y_{1,N}(k)} \approx {\Psi_{1,N}\left( {{\hat{s}}_{N}(k)} \right)}} & (5) \end{matrix}$ Note that sometimes it's impossible to produce a good estimation of every input signal from each microphone signal. In such cases the output signals may contain any combination and/or transformation of the input signals.

In a particular embodiment, a sound engineer can take advantage of multiple output signals in order to enhance/mix/process the sound of a specific input source. For example, let's assume that the desired sound for input source signal 1 is denoted by S₁(k). Then, S₁(k) can be obtained by mixing the original microphone signal s₁(k) with decomposed output signals from all microphones: S ₁(k)=F ₁(s ₁(k))+F ₂(y(1,1))+ . . . +F _(N+1)(y(N,1))  (6) where the operators F₁, F₂, . . . , F_(N+1) account for any linear or non-linear post-processing. By performing the appropriate substitutions in Equation 6, it can be seen that S₁(k) is derived using all available versions of sound signal s₁(k): S ₁(k)=F ₁(s ₁(k))+F ₂(Ψ_(1,1)(ŝ ₁(k)))+ . . . +F _(N+1)(Ψ_(N,1)(ŝ ₁(k)))   (7) Note that depending on the application, several terms of the Equations 6 and 7 can be ignored in the final mix (i.e. some of the operators F₁, F₂, . . . , F_(N+1) can be set to 0).

In other embodiments, output signals from decomposition are not only used to enhance one or more input signals but also to provide more mixing/processing options. In a particular embodiment a plurality of microphone or other signals 301 are decomposed via any decomposition method 302. Several output signals can be produced, using the individual signal components extracted by the decomposition stage, including but not limited to:

-   -   The isolated sound sources can be extracted from the         corresponding close microphones 303.     -   The sound of each source can be extracted from any microphone         that captured said source 304.     -   Any useful combinations of the active sound sources that can be         extracted from the microphone signals 305.     -   The room ambience or other effects such as the input signals'         transients, the harmonic parts of the sound sources, the ambient         noise, etc. 306.

When capturing signals with multiple microphones, the time-of-arrival will vary due to differences in source-receiver distances. When mixing or adding microphone signals this phenomenon causes an effect known as comb filtering. Therefore, an optional time-alignment stage that synchronizes the input signals and the decomposition outputs and ameliorates the comb filtering effect can be added 307. Finally, mixing/processing of the captured sounds can be done manually or automatically 308. Note that the signal decomposition stage can be either implemented in real-time or offline. Although in prior art microphone leakage is considered to cause significant problems in sound engineering, the present embodiment not only overcomes the problem but also uses leakage in an advantageous way for the mixing process.

In a particular embodiment, the method can be implemented using software inside a Digital Audio Workstation (DAW) program. The input signals can be loaded into separate tracks of the DAW and decomposition of a group (or all) of the signals can be performed. The user can optionally choose which signals to decompose or they can be selected automatically. The decomposition stage can be single- or multi-channel and it can be performed offline or in real-time. After the decomposition, output signals are produced and can be optionally time-aligned. Then they can become available for further processing/mixing inside the DAW.

In another embodiment, the method can be implemented in software, using a standalone application and a DAW (FIG. 4). The standalone application 401 can load the input signals 402 and perform signal decomposition 403. The decomposition components and/or decomposition outputs and/or any decomposition related info can be saved in a file that can be also used outside the standalone application 404. Then, the file can be loaded in a DAW 405. For this step, a software plugin can be used. When reading this file 406, decomposition components and/or decomposition outputs and/or any decomposition related info are available inside the DAW. A mapping of the decomposition-related signals to specific DAW tracks can be done either automatically or by the user 407. Then the aforementioned signals can be played back/processed inside the DAW 408 and used together with the original input signals for mixing and further processing 409.

In another embodiment, the method can be implemented in hardware or in software inside a mixer/console 502 (FIG. 5). In a typical setup, microphone signals or any other sound signals 501 are fed into different channels of the mixer 504, 505, . . . , 506 for processing/mixing. In the present embodiment, a signal decomposition stage is added, resulting to the creation of output signals 503. This stage can be implemented in hardware or in software and it can be integrated inside the mixer or in any device. The output signals of the decomposition stage 503 are then fed into channels of the mixer 507, 508, . . . , 509 and they become available for further processing/mixing together with the original signals 501.

In another embodiment, an advanced signal routing method can be implemented using the output signals from the signal decomposition stage (FIG. 6). A user can select different routing configurations for each mixing channel (or bus) 601, 602, 603, 604, . . . , 605. Then using an appropriate interface, the user can select the corresponding sound sources 606, 607, 608, . . . , 609 and microphones 610, 611, 612, . . . , 613. In FIG. 6 for example, sound source 3 as captured in microphones 2 and 3 is routed in channel 1. Note that a time-alignment option 614 can be also given to the user. The above interface that gives the means to route specific sources from each microphone can be implemented in any software or hardware form.

In another embodiment, a method can be implemented specifically for drum microphone signals. Microphone leakage is prominent in drum sound capturing, since (i) a large number of microphones is needed and (ii) due to space restrictions and the nature of the drum kit as an instrument it's not possible to set the microphones far away from each other. In such cases, drum microphone signals can be decomposed via any signal decomposition method. Then, output signals containing each isolated drum sound can be extracted from each microphone signal, as well as drum groups and other effects. The output signals can be used together with the original microphone signals to enhance the individual drum sounds and/or to improve the whole drum mix.

In a particular embodiment (FIG. 7), M sound sources 701, 702, . . . , 703 are captured from any number of microphones 704, 705, 706, . . . , 707. Then a signal decomposition method is applied 708 in order to identify the contribution of each sound source in each microphone 709, 710, . . . , 711, . . . , 712. Contrary to the previous embodiments, in this example it's not necessary to decompose the microphone signals to the original sound sources (although this approach can be also followed). Instead, all or some of the signal parts that correspond to a specific sound source can be processed/mixed together 713 without separating the signals. For example, let's assume that sound source 1 corresponds to an acoustic guitar and that microphone 704 is the corresponding close microphone. Using prior art, when a sound engineer wants to add a sound effect to the guitar sound she/he would have applied the effect to the output of microphone 704. Using the present embodiment, if a sound engineer wants to add a sound effect to the guitar sound, she/he has the option to apply the effect to any part of sound source 1 as captured from all microphones (e.g. sound source 1 from 709, 710, . . . , 711, . . . , 712).

In another embodiment, a cross-component similarity technique is applied in order to select the components that form the output signals (FIG. 8). For measuring similarity, any function or relationship that compares the corresponding signals can be used. A number of input signals 801, 802, . . . , 803 are fed into a signal decomposition method 804. Then a number of signal components z_(K) _(x) _(,N)(k) are extracted from each input signal. For example, components 805, 806, . . . , 807 are extracted from input signal 801, components 808, 809, . . . , 810 are extracted from input signal 802 and components 811, 812, . . . , 813 are extracted from input signal 803. Then cross component similarities are investigated and the multichannel information is taken into account 814 in order to select and combine appropriate components 815. The selection and combination of components 815 can be either user-assisted or automatic. Then a number of output signals is produced 816, 817, . . . , 818 and 819, 820, . . . , 821 and 822, 823, . . . , 824.

In prior art, it is typical to use sorting techniques in order to select appropriate components that form the output signals. Such techniques are for example described in the related application Ser. No. 14/011,981 and typically investigate any form of similarity between the extracted components and the corresponding input signal. For example, a typical measure for exploring the similarity of extracted components and the corresponding input signal is the cosine similarity.

In a particular embodiment of the present application, it is instead proposed to investigate any cross-component similarity and explore the available close-microphone multichannel information. In a particular setup, we may have M sound sources 901, 902, . . . , 903 captured by N microphones (N>M) 904, 905, . . . , 906, . . . , 907 and some of the sources have a dedicated close microphone 904, 905, . . . , 906. Assuming an analog to digital conversion stage after sound capturing, the microphone input signals can be represented in the discrete time domain as s₁(k), s₂(k), . . . s_(M)(k), . . . , s_(N)(k). After signal decomposition 908, corresponding signal components z_(j,m)(k) (j denotes the number of component and m denotes the input signal number) are produced for each microphone signal 909, 910, . . . , 911, . . . , 912. Then the signal components of the close microphones are sorted via any appropriate sorting technique, including but not limited to those described in the related application Ser. No. 14/011,981 913, 914, . . . , 915. Since each close microphone has a related source signal and it contains significant energy of this signal, the sorting procedure can reveal the components relevant to each microphone's related source Z_(m)(k) 916, 917, . . . , 918. Alternatively, Z_(m)(k) can be defined manually by a user or via an appropriate graphical interface. Then, any cross-component similarity measure between Z₁(k), . . . , Z_(M)(k) and z_(j,m)(k) can be derived 919, 920, . . . , 921, . . . , 922. For producing the output signals, any technique can be used 923. For example a threshold of similarity T can be defined and:

-   -   When the calculated similarity is higher than T, the components         are assumed to correspond to the sound of the related source.     -   When the calculated similarity measure is lower than T, the         components are assumed to correspond to the sound of any other         source.

Alternatively, only the component with the largest similarity value can be assumed to belong to the related source. Alternatively, the components can be sorted and a user can select among them in order to produce the output signals. In some embodiments, particular sources or combination of sources can be identified and exported as output signals. In other embodiments particular sources can be identified in order to be excluded from certain output signals.

In particular embodiments, similarity measures or clustering techniques can be applied directly on the time domain signals or the signals can be transformed via any transform. For example, the signals can be transformed in the time-frequency domain using any relevant technique such as a short-time Fourier transform (STFT), a wavelet transform, a polyphase filterbank, a multi rate filterbank, a quadrature mirror filterbank, a warped filterbank, an auditory-inspired filterbank, etc. In another embodiment, similarity measures or clustering techniques can be applied on the envelope of the signals. The signal envelope can be calculated via any appropriate technique such as low-pass filtering, Hilbert transform, etc. Using the envelope of the signals can be advantageous in multi-microphone setups. In these cases, the frequency content of the captured sound sources may differ significantly when comparing one microphone signal to the other; however the coarse time-domain content of the sound sources presents higher similarity and this can improve the accuracy of the results.

While the above-described flowcharts have been discussed in relation to a particular sequence of events, it should be appreciated that changes to this sequence can occur without materially effecting the operation of the invention. Additionally, the exemplary techniques illustrated herein are not limited to the specifically illustrated embodiments but can also be utilized and combined with the other exemplary embodiments and each described feature is individually and separately claimable.

Additionally, the systems, methods and protocols of this invention can be implemented on a special purpose computer, a programmed micro-processor or microcontroller and peripheral integrated circuit element(s), an ASIC or other integrated circuit, a digital signal processor, a hard-wired electronic or logic circuit such as discrete element circuit, a programmable logic device such as PLD, PLA, FPGA, PAL, a modem, a transmitter/receiver, any comparable means, or the like. In general, any device capable of implementing a state machine that is in turn capable of implementing the methodology illustrated herein can be used to implement the various communication methods, protocols and techniques according to this invention.

Furthermore, the disclosed methods may be readily implemented in software using object or object-oriented software development environments that provide portable source code that can be used on a variety of computer or workstation platforms. Alternatively the disclosed methods may be readily implemented in software on an embedded processor, a micro-processor or a digital signal processor. The implementation may utilize either fixed-point or floating point operations or both. In the case of fixed point operations, approximations may be used for certain mathematical operations such as logarithms, exponentials, etc. Alternatively, the disclosed system may be implemented partially or fully in hardware using standard logic circuits or VLSI design. Whether software or hardware is used to implement the systems in accordance with this invention is dependent on the speed and/or efficiency requirements of the system, the particular function, and the particular software or hardware systems or microprocessor or microcomputer systems being utilized. The systems and methods illustrated herein can be readily implemented in hardware and/or software using any known or later developed systems or structures, devices and/or software by those of ordinary skill in the applicable art from the functional description provided herein and with a general basic knowledge of the audio processing arts.

Moreover, the disclosed methods may be readily implemented in software that can be stored on a storage medium, executed on programmed general-purpose computer with the cooperation of a controller and memory, a special purpose computer, a microprocessor, or the like. In these instances, the systems and methods of this invention can be implemented as program embedded on personal computer such as an applet, JAVA® or CGI script, as a resource residing on a server or computer workstation, as a routine embedded in a dedicated system or system component, or the like. The system can also be implemented by physically incorporating the system and/or method into a software and/or hardware system, such as the hardware and software systems of an electronic device.

It is therefore apparent that there has been provided, in accordance with the present invention, systems and methods for improved signal decomposition in electronic devices. While this invention has been described in conjunction with a number of embodiments, it is evident that many alternatives, modifications and variations would be or are apparent to those of ordinary skill in the applicable arts. Accordingly, it is intended to embrace all such alternatives, modifications, equivalents and variations that are within the spirit and scope of this invention. 

What is claimed is:
 1. A system that processes audio signals comprising: a first microphone that receives a first signal mixture related to a first and a second sound source signal; a second microphone that receives a second signal mixture related to at least the first and the second sound source signal, wherein the first microphone is a primary microphone for the first and the second sound source signal and is placed close to the first and the second sound source, and wherein the second microphone is an ambient microphone and is placed at a location that is further than the first microphone from the first and the second sound source to capture sound signals coming from a plurality of sources including the first and the second sound source; wherein a distance between the first and second microphone is capable of being changed; a signal decomposer that singly operates on the first signal mixture to isolate an intrinsic part of the first sound source signal, wherein an intrinsic part is the tail portion of the first sound source signal; the signal decomposer also operates on the second signal mixture to isolate the intrinsic part of the first sound source signal; a storage that saves at least a portion of the intrinsic parts of the first sound source isolated in the first and second signal mixtures; and a processor that processes only the saved at least a portion of the intrinsic parts of the first sound source signal that meet a similarity measure with respect to one another to output an enhanced first sound source signal, wherein the similarity measure is based on a cosine similarity.
 2. The system of claim 1, wherein one sound source signal is an audio signal from a singing voice, or a stringed instrument, or a wind instrument, or an electric guitar, or a keyboard, or a drum or a musical instrument.
 3. The system in claim 1, wherein the processing of the saved at least a portion of the intrinsic parts of the first sound source signal includes one or more of time-aligning said saved at least a portion of the intrinsic parts, combining said saved at least a portion of the intrinsic parts and selecting said saved at least a portion of the intrinsic parts.
 4. The system in claim 3, wherein said processing and outputting maps the saved at least a portion of the intrinsic parts of the first sound source signal to digital audio workstation tracks.
 5. The system in claim 3, wherein said processing and outputting routes the at least a portion of the intrinsic parts of the first sound source signal one of a portion of said intrinsic parts to at least one mixing channel.
 6. The system of claim 1, wherein the signal decomposer utilizes a signal decomposition method including one or more of non-negative matrix factorization, non-negative tensor factorization, independent component analysis, principal component analysis, singular value decomposition, dependent component analysis, low-complexity coding and decoding, stationary subspace analysis, common spatial pattern, empirical mode decomposition, tensor decomposition, canonical polyadic decomposition, higher-order singular value decomposition, or tucker decomposition.
 7. In a system for processing audio signals, comprising a first and second microphone, a method comprising: receiving, from a first microphone, a first signal mixture related to a first and a second sound source signal; receiving, from a second microphone, a second signal mixture related to at least the first and the second sound source signal, wherein the first microphone is a primary microphone for the first and the second sound source signal and is placed close to the first and the second sound source, and wherein the second microphone is an ambient microphone and is placed at a location that is further than the first microphone from the first and the second sound source to capture sound signals coming from a plurality of sources including the first and the second sound source; wherein a distance between the first and second microphone is capable of being changed; isolating an intrinsic part of the first sound source signal, wherein said isolating is performed by singly operating on the first signal mixture, and wherein an intrinsic part is the onset portion of the first sound source signal; isolating the intrinsic part of the first sound source signal, wherein said isolating is performed by operating on the second signal mixture; saving, in a storage, at least a portion of the intrinsic parts of the first sound source isolated in the first and second signal mixtures; processing only the saved at least a portion of the intrinsic parts of the first sound source that meet a similarity measure with respect to one another to output an enhanced first sound source signal, wherein the similarity measure is based on a cosine similarity.
 8. The method of claim 7, wherein the first sound source signal is an audio signals from a singing voice, or a stringed instrument, or a wind instrument, or an electric guitar, or a keyboard, or a drum or a musical instrument.
 9. The method of claim 7, wherein the processing of the saved at least a portion of the intrinsic parts of the first sound source includes one or more of time-aligning said saved at least a portion of the intrinsic parts, combining said saved at least a portion of the intrinsic parts and selecting said saved at least a portion of the intrinsic parts.
 10. The method of claim 9, wherein said processing and outputting maps the saved at least a portion of the intrinsic parts of the first sound source to digital audio workstation tracks.
 11. The method of claim 9, wherein the processing and outputting routes the saved at least a portion of the intrinsic parts of the first sound source to at least one mixing channel.
 12. The method of claim 7, wherein the isolating utilizes a signal decomposition method including one or more of non-negative matrix factorization, non-negative tensor factorization, independent component analysis, principal component analysis, singular value decomposition, dependent component analysis, low-complexity coding and decoding, stationary subspace analysis, common spatial pattern, empirical mode decomposition, tensor decomposition, canonical polyadic decomposition, higher-order singular value decomposition, or tucker decomposition.
 13. A non-transitory computer-readable information storage media having stored thereon instructions, that when executed by a processor, cause to be performed a method comprising: receiving, from a first microphone, a first signal mixture related to a first and a second sound source signal; receiving, from a second microphone, a second signal mixture related to at least the first and the second sound source signal, wherein the first microphone is a primary microphone for the first and the second sound source signal and is placed close to the first and the second sound source, and wherein the second microphone is an ambient microphone and is placed at a location that is further than the first microphone from the first and the second sound source to capture sound signals corning from a plurality of sources including the first and the second sound source; wherein a distance between the first and second microphone is capable of being changed; isolating an intrinsic part of the first sound source, wherein said isolating is performed by singly operating on the first signal mixture, and wherein an intrinsic part is the onset portion of the first sound source signal; isolating the intrinsic part of the first sound source, wherein said isolating is performed by operating on the second signal mixture; saving, in a storage, at least a portion of the intrinsic parts of the first sound source isolated in the first and second signal mixtures; processing only the saved at least a portion of the intrinsic parts of the first sound source that meet a similarity measure with respect to one another to output an enhanced first sound source signal, wherein the similarity measure is based on a cosine similarity.
 14. The media of claim 13, wherein the first sound source signal is an audio signal from singing voice, or a stringed instrument, or a wind instrument, or an electric guitar, or a keyboard, or a drum or a musical instrument.
 15. The media of claim 13, wherein the processing of the saved at least a portion of the intrinsic parts of the first sound source includes one or more of time-aligning said saved at least a portion of the intrinsic parts, combining said saved at least a portion of the intrinsic parts and selecting said saved at least a portion of the intrinsic parts.
 16. The media of claim 15, wherein said processing and outputting maps the saved at least a portion of the intrinsic parts of the first sound source to digital audio workstation tracks.
 17. The media of claim 15, wherein the processing and outputting routes the saved at least one of a portion of the intrinsic parts of the first sound source to at least one mixing channel.
 18. The media of claim 13, wherein the isolating utilizes a signal decomposition method including one or more of non-negative matrix factorization, non-negative tensor factorization, independent component analysis, principal component analysis, singular value decomposition, dependent component analysis, low-complexity coding and decoding, stationary subspace analysis, common spatial pattern, empirical mode decomposition, tensor decomposition, canonical polyadic decomposition, higher-order singular value decomposition, or tucker decomposition. 